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Elements of mathematical foundations for a numerical approach for weakly random homogenization problems Anantharaman A., Bris C. L. Communications in Computational Physics 11, 4 (2012) 1103-1143 [hal-00487762 - version 1]

Asymptotic behaviour of Green functions of divergence form operators with periodic coefficients Anantharaman A., Blanc X., Legoll F. [hal-00637489 - version 1] (02/11/2011)

Introduction to numerical stochastic homogenization and the related computational challenges: some recent developments Anantharaman A., Costaouec R., Le Bris C., Legoll F., Thomines F. In Multiscale modeling and analysis for materials simulation (2011) . [hal-00624354 - version 1]

A numerical approach related to defect-type theories for some weakly random problems in homogenization Anantharaman A., Bris C. L. Multiscale Modeling and Simulation: A SIAM Interdisciplinary Journal: A SIAM Interdisciplinary Journal 9, 2 (2011) 513-544 [hal-00487759 - version 1]

Analyse mathématique de quelques modèles en calcul de structures électroniques et homogénéisation Anantharaman A. Université Paris-Est (16/11/2010), Eric Cances (Dir.) [tel-00558618 - version 2]

Homogénéisation d'un matériau périodique faiblement perturbé aléatoirement (Homogenization of a weakly randomly perturbed periodic material) Anantharaman A., Le Bris C. Comptes Rendus Mathématique 348, 9-10 (2010) 529-534 [hal-00625247 - version 1]

On Kohn-Sham models with LDA and GGA exchange-correlation functionals Anantharaman A., Cancès E. [inria-00325660 - version 1] (29/09/2008)